Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-01-20020710_154600_20020710_203100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/10 |
Start Time | | 2002/07/10 15:46 |
End Time | | 2002/07/10 20:29 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-01-20020710_154600_20020710_203100-constBx0 |
Minimum Dst Value | | -11 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: 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)
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